Behaviour being used: Adaptive mode
Minimum fraction: 0
Question summary: PREGUNTA: CII - DERIVACION IMPLICITA 3 - M Suponga que la ecuación [x cubed plus y cubed plus z squared equals negative # b times x y z] definine implcítamente a la función [z equals f left parenthesis x comma y right parenthesis] en una vecindad del punto [left parenthesis # x 0 comma # y 0 right parenthesis]. tal que [f left parenthesis # x 0 comma # y 0 right parenthesis equals # z 0] Entonces * [fraction numerator partial differential z over denominator partial differential x end fraction open parentheses # x 0 comma # y 0 close parentheses equals] _____ * [fraction numerator partial differential z over denominator partial differential x end fraction open parentheses # x 0 comma # y 0 close parentheses equals] _____
Right answer summary: part 1: 109/4; part 2: -21
Question state: todo